Superembedding approach and generalized action in String/M-theory
Igor Bandos
TL;DR
This paper introduces the superembedding approach using the generalized action principle for super-p-branes, highlighting harmonic variables and discussing recent applications to super-Dp-branes and M-branes.
Contribution
It presents a novel formulation of the superembedding approach based on the generalized action principle, connecting superfield actions and recent brane studies.
Findings
Clarifies the role of harmonic variables in Lorentz group
Links GAP with superfield actions
Discusses applications to super-Dp-branes and M-branes
Abstract
A brief introduction to superembedding approach (SEA) in its variant based on the generalized action principle (GAP) for super-p-branes is given. A role of harmonic variables for Lorentz group is stressed. A relation of the GAP with complete superfield actions is noted. Recent applications in studying of Dirichlet branes (super-Dp-branes) and M-branes are discussed.
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